6533b859fe1ef96bd12b835e
RESEARCH PRODUCT
Fixed Points for Multivalued Convex Contractions on Nadler Sense Types in a Geodesic Metric Space
Amelia Bucursubject
<b>54H25</b>Physics and Astronomy (miscellaneous)GeodesicGeneral MathematicsMathematics::General TopologyFixed-point theorem02 engineering and technologyFixed point01 natural sciencesComplete metric spacegeodesic metric spaceCombinatoricsregular golbal-inf function0202 electrical engineering electronic engineering information engineeringComputer Science (miscellaneous)0101 mathematicsMathematicsStatistics::Applicationslcsh:Mathematics010102 general mathematicsRegular polygonconvex multivalued left A-contractionlcsh:QA1-939Metric spaceHausdorff distancefixed point<b>47H10</b>Chemistry (miscellaneous)<title>MSC</title>020201 artificial intelligence & image processingright A-contractiondescription
In 1969, based on the concept of the Hausdorff metric, Nadler Jr. introduced the notion of multivalued contractions. He demonstrated that, in a complete metric space, a multivalued contraction possesses a fixed point. Later on, Nadler&rsquo
| year | journal | country | edition | language |
|---|---|---|---|---|
| 2019-01-30 | Symmetry |